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R. Hezel (1981)
Silicon nitride for the improvement of silicon inversion layer solar cellsSolid-state Electronics, 24
C. Brebbia (1978)
The Boundary Element Method for Engineers
R.E. Thomas, R. North, C. Norman (1980)
Low cost - high efficiency MIS/inversion layer solar cellsIEEE Electron Device Letters, 1
F. Lindholm, J. Fossum (1980)
Review of physics underlying recent improvements in silicon solar-cell performance
R. Schorner, R. Hezel (1981)
High efficiency inversion layer solar cells on polycrystalline silicon by the application of silicon nitrideIEEE Transactions on Electron Devices, 28
P. Visschere (1983)
Two-dimensional modeling of the MIS grating solar cellIEEE Transactions on Electron Devices, 30
B. Jacobs, G. Mey (1981)
Theoretical analysis of Cu2S—CdS solar cells with rough interfacesIEEE Transactions on Electron Devices, 28
A. Wexler, J. Shaw (1981)
Numerical analysis of semiconductor devices: Edited by B. T. Browne and J. J. H. Miller Boole Press, Dublin, 1979, 303 pp. $42.00Advances in Water Resources, 4
R. Godfrey, M. Green (1980)
High-efficiency silicon minMIS solar cells—Design and experimental resultsIEEE Transactions on Electron Devices, 27
P. Visschere, G. Mey (1977)
Integral-equation approach to the abrupt-depletion approximation in semiconductor componentsElectronics Letters, 13
P. Visschere (1982)
On the flat fermi level approximation in the space charge layer of induced-junction solar cellsSolid-state Electronics, 25
C. Brebbia, J. Telles, L. Wrobel (1982)
BOUNDARY ELEMENT METHODS IN ENGINEERING
Under low level injection conditions, twodimensional modeling of many types of solar cells can be done on the basis of the simple diffusion equation. The general semiconductor equations must only be considered in a small space charge layer. Here they can be solved in a quasionedimensional way and reduced to a, usually nonlinear, boundary condition for the diffusion equation. The resulting boundaryvalue problem is then solved using the boundaryelement method, which proves to be a natural choice for this kind of problem.
COMPEL: The International Journal for Computation and Mathematics in Electrical and Electronic Engineering – Emerald Publishing
Published: Apr 1, 1983
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